1. Wattanapan J., Atiponrat W., Suksumran T., Extension of the Švarc–Milnor lemma to gyrogroups, Revista de la Real Academia de Ciencias Exactas, Fisicas y Naturales - Serie A: Matematicas, 115, (2021),122.
2. Maungchang R., Khachorncharoenkul P., Prathom K., Suksumran T., On transitivity and connectedness of Cayley graphs of gyrogroups, Heliyon, 7, (2021),e07049.
3. Suksumran T., Panma S., Parametrization of generalized Heisenberg groups, Applicable Algebra in Engineering, Communications and Computing, 32, (2021),135-146.
4. Wattanapan J., Atiponrat W., Suksumran T., Embedding of strongly topological gyrogroups in path-connected and locally path-connected gyrogroups, Symmetry, 12, (2020),1-23.
5. Ferreira M., Suksumran T., Orthogonal gyrodecompositions of real inner product gyrogroups, Symmetry, 12, (2020),941.
6. Wattanapan J., Atiponrat W., Suksumran T., Embedding of locally compact Hausdorff topological gyrogroups in topological groups, Topology and its Applications, 273, (2020),107102.
7. Suksumran T., Left regular representation of gyrogroups, Mathematics, 8, (2020),12.
8. Suksumran T., Extension of Maschke’s theorem, Communications in Algebra, 47, (2019),2192-2203.
9. Suksumran T., Geometry of Generated Groups with Metrics Induced by Their Cayley Color Graphs, Analysis and Geometry in Metric Spaces, 7, (2019),15-21.
10. Suksumran T., Demirel O., A metric invariant of mobius transformations, Turkish Journal of Mathematics, 43, (2019),2876-2887.
11. Suksumran T., Complete reducibility of gyrogroup representations, Communications in Algebra, , (2019),None.
12. Sangkhanan K., Suksumran T., On Generalized Heisenberg Groups: The Symmetric Case, Results in Mathematics, 73, (2018),91.
13. Suksumran T., Wiboonton K., Möbius’s functional equation and Schur’s lemma with applications to the complex unit disk, Aequationes Mathematicae, 91, (2017),491-503.
14. Suksumran T., Involutive groups, unique 2-divisibility, and related gyrogroup structures, Journal of Algebra and its Applications, 16, (2017),1750114.
15. Suksumran T., Gyrogroup actions: A generalization of group actions, Journal of Algebra, 454, (2016),70-91.
16. Suksumran T., Ungar A., Gyrogroups and the Cauchy property, Quasigroups and Related Systems, 24, (2016),277-286.